Solve linear system using gauss-jordan method


1) A= 2 -1 -1

1 0 1
-1 4 0

Determine the inverse of matrix by using Adjoint method

2) Utilized the gauss-Jordan method to solve linear system:

x -y-z =1
2x-3y +z = 10
x +y -2z = 0

3) Utilize Gaussian elimination method to get the equivalent system in triangularform given:

2x +y + z -6 =0
-3x -4y +2z -4 =0
x +y -z +2 +0

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Mathematics: Solve linear system using gauss-jordan method
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